Skip to content
Back Home
  • People
  • Research
    • Research Areas
    • Reports and books
  • Projects
  • Societal Outreach
  • Seminars
    • Mox Colloquia
    • Seminars – Full List
  • Media
    • press
    • YouTube Channel
  • Search
Back Home
  • Search
  • People
  • Research
    • Research Areas
    • Reports and books
  • Projects
  • Societal Outreach
  • Seminars
    • Mox Colloquia
    • Seminars – Full List
  • Media
    • press
    • YouTube Channel
Home » Non-orthogonal Mesh
sc4i SC4I News

MOX report on the convergence of OpenFOAM discretisations of the Laplace operator on non-orthogonal meshes

A new MOX report proving the convergence of cell centered finite volume discretisations used in the OpenFOAM software for the Laplace operator also on non-orthogonal meshes as been published by Alessandro Della Rocca and Luca Bonaventura.  The report can be downloaded from https://www.mate.polimi.it/biblioteca/add/qmox/37-2018.pdf

  • Finite Volume
  • Non-orthogonal Mesh
  • OpenFoam
by Nicola Parolini
Published January 21, 2019
Tag List
Beam CAA CFD Compressible Flows COVID-19 dati DG Digital twin Elasticity epimox Finite Elements Finite Volume Free-surface FSI Geometrical reduced model HA Heat Transfer home_page hpc Immersed boundary Incompressible Flows Istantaneous Control lattice materials LES Mixing mox MOXlab MOXlab_report MOX_report multi-physics non-Newtonian flow Non-orthogonal Mesh num ODE methods OpenFoam Optimal Control Packaging POD Reduced Order Model statlearning Stiff problems Topology Optimization Traspiration vaccini Vibration

Post navigation

  • Previous post ESCAPE-2 Workshop
  • Next post MOX report on particle tracking in quadrupoles

© 2022 MOX Politecnico di Milano – Dipartimento di Matematica – Via Bonardi, n 9 – 20133 Milano – P.IVA 04376620151 – C.F. 80057930150

Privacy Policy

Cookie Policy

Contacts

Mail address:
p.za Leonardo da Vinci 32
20133 Milano
Phone: +39 02 2399 4611
Fax: +39 02 2399 4606
Web site: mox.polimi.it
E-mail: lab-mox@polimi.it
E-mail: segreteria-mox@polimi.it